List of redirects
Showing below up to 50 results in range #51 to #100.
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- GCF → Greatest common divisor
- Graph → Graph theory
- Greatest common factor → Greatest common divisor
- Greedy → Greedy algorithm
- Haystack → String searching
- Heavy–light decomposition → Heavy-light decomposition
- IOI → International Olympiad in Informatics
- Invisible constant factor → Hidden constant factor
- Jarnik's algorithm → Prim's algorithm
- Jarnik-Prim → Prim's algorithm
- Jarník's algorithm → Prim's algorithm
- Jarník-Prim → Prim's algorithm
- Jarvis march → Convex hull
- KMP → Knuth–Morris–Pratt algorithm
- KMP algorithm → Knuth–Morris–Pratt algorithm
- Knuth-Morris-Pratt → Knuth–Morris–Pratt algorithm
- Knuth-Morris-Pratt algorithm → Knuth–Morris–Pratt algorithm
- Knuth–Morris–Pratt → Knuth–Morris–Pratt algorithm
- Kruskal's → Kruskal's algorithm
- LCA → Lowest common ancestor
- LCM → Least common multiple
- LIS → Longest increasing subsequence
- Least common ancestor → Lowest common ancestor
- Left half-open interval → Half-open interval
- Lexicographic ordering → Lexicographic order
- Lexicographical order → Lexicographic order
- Lexicographical ordering → Lexicographic order
- Longest decreasing subsequence → Longest increasing subsequence
- Lowest common multiple → Least common multiple
- Manacher's algorithm → Longest palindromic substring
- Max flow → Maximum flow
- Max subvector sum → Maximum subvector sum
- Maximum flow problem → Maximum flow
- Memberlist → PEG:Memberlist
- Naïve algorithm → Naive algorithm
- Needle → String searching
- OI → Informatics olympiad
- Olympiad in informatics → Informatics olympiad
- Partial ordering → Partial order
- Partially ordered → Partial order
- Partially ordered set → Partial order
- Poset → Partial order
- Postprocess → Preprocessing and postprocessing
- Postprocessing → Preprocessing and postprocessing
- Precomputation → Preprocessing and postprocessing
- Precompute → Preprocessing and postprocessing
- Prefix sum array → Prefix sum array and difference array
- Preprocess → Preprocessing and postprocessing
- Preprocessing → Preprocessing and postprocessing
- Prim's → Prim's algorithm
